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At any given time, approximately fifteen percent of all

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At any given time, approximately fifteen percent of all [#permalink] New post 28 Apr 2012, 21:27
00:00
A
B
C
D
E

Difficulty:

  15% (low)

Question Stats:

87% (01:44) correct 13% (00:45) wrong based on 123 sessions
At any given time, approximately fifteen percent of all homes in Florida are on the market.
In Texas, however, only seven percent of all homes are on the market at any given time.
Therefore, one will have a wider selection of homes to choose from if one looks for a home
in Florida rather than in Texas. Which of the following, if true, would most seriously
strengthen the argument above?
A) Homes in Florida tend to be less expensive than those in Texas.
b) Mortgages are easier to obtain for homes in Florida than for homes in Texas.
c) The construction industry in Texas has reported significant growth over the past year.
d) The cost of constructing new homes in Texas is higher than in Florida.
e) The total number of homes in Florida is three times greater than the total number in Texas.

Main CR Qs link - cr-qs-600-700-level-131508.html
[Reveal] Spoiler: OA

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Re: CR - Strengthen - # 3 [#permalink] New post 29 Apr 2012, 08:28
A) Homes in Florida tend to be less expensive than those in Texas.(out of scope)
b) Mortgages are easier to obtain for homes in Florida than for homes in Texas. (out of scope)
c) The construction industry in Texas has reported significant growth over the past year. (out of scope)
d) The cost of constructing new homes in Texas is higher than in Florida.(out of scope)
e) The total number of homes in Florida is three times greater than the total number in Texas. Correct
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Re: At any given time, approximately fifteen percent of all [#permalink] New post 03 Nov 2012, 18:24
gmatfighter12 wrote:
A) Homes in Florida tend to be less expensive than those in Texas.(out of scope)
b) Mortgages are easier to obtain for homes in Florida than for homes in Texas. (out of scope)
c) The construction industry in Texas has reported significant growth over the past year. (out of scope)
d) The cost of constructing new homes in Texas is higher than in Florida.(out of scope)
e) The total number of homes in Florida is three times greater than the total number in Texas. Correct


But isn't E is stating the same thing that is already mentioned in the Premise.
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Re: At any given time, approximately fifteen percent of all [#permalink] New post 03 Nov 2012, 19:00
manjusu wrote:
gmatfighter12 wrote:
A) Homes in Florida tend to be less expensive than those in Texas.(out of scope)
b) Mortgages are easier to obtain for homes in Florida than for homes in Texas. (out of scope)
c) The construction industry in Texas has reported significant growth over the past year. (out of scope)
d) The cost of constructing new homes in Texas is higher than in Florida.(out of scope)
e) The total number of homes in Florida is three times greater than the total number in Texas. Correct


But isn't E is stating the same thing that is already mentioned in the Premise.


E talks about total home in florida and texas, whereas argument talks about %of homes in market area.
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Re: At any given time, approximately fifteen percent of all [#permalink] New post 04 Nov 2012, 22:11
IMO E

I think this one would be better rated as sub 600 level..
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Re: At any given time, approximately fifteen percent of all [#permalink] New post 05 Nov 2012, 01:25
Vote for E

E. The total number of homes in Florida is three times greater than the total number in Texas.
This answer gives additional information to strangthen the conclusion. If number of homes in florida is 3 times greater then total number in Texas, we can conclude that "one will have a wider selection of homes to choose from if one looks for a home
in Florida rather than in Texas".
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Re: At any given time, approximately fifteen percent of all [#permalink] New post 05 Nov 2012, 06:20
This is a 600 level question. Just by a glance you can make out that other options are way out of scope
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Re: At any given time, approximately fifteen percent of all   [#permalink] 05 Nov 2012, 06:20
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